{"id":16348,"date":"2023-03-11T15:43:07","date_gmt":"2023-03-11T13:43:07","guid":{"rendered":"https:\/\/nsr.livenetstudios.co.za\/?p=16348"},"modified":"2025-10-17T17:55:42","modified_gmt":"2025-10-17T15:55:42","slug":"how-long-do-you-have-to-refer-a-matter-to-the-ccma-bha","status":"publish","type":"post","link":"https:\/\/nsr.livenetstudios.co.za\/index.php\/2023\/03\/11\/how-long-do-you-have-to-refer-a-matter-to-the-ccma-bha\/","title":{"rendered":"How Long Do You Have to Refer a Matter to the CCMA? BHA"},"content":{"rendered":"<div id=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;\">\n<p class=\"toctitle\" style=\"font-weight: 700;text-align: center;\">Content<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">Les parois composites\u00a0: la berlinoise et la parisienne<\/a><\/li>\n<li><a href=\"#toc-4\">Mur de sout\u00e8nement<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' width=\"600px\" alt=\"jackpots progressifs en ligne allemagne\" 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\"\/><\/p>\n<p>Elle est souvent choisie lorsque l&#8217;environnement est contraint (b\u00e2timent avoisinant, n\u00e9cessit\u00e9 de maintenir le fonctionnement d&#8217;une route ou d&#8217;un \u00e9quipement, etc.)2. La principale consid\u00e9ration dans le dimensionnement des sout\u00e8nements, quel que soit leur type, est la correcte estimation des efforts exerc\u00e9s sur le mur couramment appel\u00e9e pouss\u00e9e des terres1. Dans sa version initiale de l&#8217;\u00e9poque moderne le \u00ab&nbsp;mur poids&nbsp;\u00bb en b\u00e9ton qui succ\u00e9da au milieu du XXe&nbsp;si\u00e8cle \u00e0 la ma\u00e7onnerie par appareillage du g\u00e9nie militaire ou civil, se compose d&#8217;un voile (mur mince) et d&#8217;une semelle. (Cette semelle varie en largeur suivant plusieurs facteurs dont la surcharge sur la partie sup\u00e9rieure, le poids volumique et la qualit\u00e9 des sols de fondation, la pente de talus naturel du mat\u00e9riau retenu par le mur). R\u00e9alisation des micropieux d\u2019une profondeur de 21 m par forage depuis l\u2019int\u00e9rieur du b\u00e2timent existant, en tenant compte des contraintes de hauteur et de poids. L\u2019injection IRS a \u00e9t\u00e9 r\u00e9alis\u00e9e sous pression contr\u00f4l\u00e9e pour assurer le \u201cscellement\u201d des armatures des micropieux, compos\u00e9es de tubes de type p\u00e9trolier de diam\u00e8tre 127 mm.<\/p>\n<h2 id=\"toc-0\">Les parois composites&nbsp;: la berlinoise et la parisienne<\/h2>\n<p>Elle peut \u00eatre solidifi\u00e9e par projection de b\u00e9ton et servir de sout\u00e8nement d\u00e9finitif, ce dans le cas d&#8217;une paroi parisienne. En France, les parois berlinoises et parisiennes sont r\u00e9guli\u00e8rement employ\u00e9es en ouvrage d&#8217;art comme en b\u00e2timent. En l&#8217;absence de nappes et selon la nature des sols, les parois composites peuvent s&#8217;av\u00e9rer plus comp\u00e9titives que la paroi moul\u00e9e2. Il s&#8217;agit d&#8217;une m\u00e9thode de sout\u00e8nement qui consiste \u00e0 utiliser le sol, et non un mur en b\u00e9ton pour assurer la stabilit\u00e9 d&#8217;un versant. Le technique consiste \u00e0 renforcer le sol par l&#8217;ajout d&#8217;armatures en m\u00e9tal (bandes, panneaux de treillis soud\u00e9, nappes de treillis soud\u00e9, etc) ou en g\u00e9osynth\u00e9tique qui solliciteront un frottement entre elles et les cailloux du remblai1. Le massif de remblai est mis en place par couches successives compact\u00e9es.<\/p>\n<p>Puis on trouve la construction de terrasses recevant des \u00e9difices imposants. Ces murs furent d\u00e8s l&#8217;antiquit\u00e9 des murs massifs constitu\u00e9s en ma\u00e7onnerie soign\u00e9e de blocs de pierre (dont l&#8217;exemple \u00e9vocateur est celui des temples en gradins incas). Gr\u00e2ce \u00e0 cette solution technique, le site a \u00e9t\u00e9 s\u00e9curis\u00e9, garantissant la p\u00e9rennit\u00e9 de l\u2019ouvrage et pr\u00e9venant tout risque d\u2019affaissement. Techniques permettant de s\u00e9curiser un environnement (b\u00e2timent, terrain) lors d\u2019une excavation et de pr\u00e9venir les glissements de terrain.<\/p>\n<p>Les murs de sout\u00e8nement de type ouvrage poids sont connus depuis l&#8217;Antiquit\u00e9. Le choix de la solution d\u00e9pend des \u00e9tudes g\u00e9otechniques, des charges \u00e0 reprendre et des diff\u00e9rentes contraintes du projet. Un mur de sout\u00e8nement par d\u00e9finition stabilise un terrain en pente et emp\u00eache l\u2019\u00e9rosion des sols. Nous concevons des solutions de sout\u00e8nement durables, alliant innovation et engagement pour la p\u00e9rennit\u00e9 de vos ouvrages mais aussi la pr\u00e9servation de l\u2019environnement.<\/p>\n<p>Les \u00e9l\u00e9ments verticaux rigidifiant l&#8217;ensemble sont r\u00e9alis\u00e9s par des pieux for\u00e9s ou tub\u00e9s. Gr\u00e2ce \u00e0 notre expertise, nous adaptons chaque solution de sout\u00e8nement aux sp\u00e9cificit\u00e9s du terrain et des ouvrages, en combinant ing\u00e9nierie de pr\u00e9cision et techniques sur mesure pour garantir stabilit\u00e9 et p\u00e9rennit\u00e9. Elle consiste \u00e0 renforcer le sol en place par des clous prot\u00e9g\u00e9s par un parement. Les clous sont en g\u00e9n\u00e9ral des armatures m\u00e9talliques passives (ronds \u00e0 b\u00e9ton scell\u00e9s dans un forage, des corni\u00e8res battues&#8230;). Le parement est souvent un voile en b\u00e9ton projet\u00e9 sur une ou deux nappes de treillis soud\u00e91.<\/p>\n<h3 id=\"toc-1\">Quels sont les diff\u00e9rents types de sout\u00e8nement ?<\/h3>\n<p>Pour consulter l\u2019ensemble des textes en vigueur et leurs derni\u00e8res mises \u00e0 jour, rendez-vous sur L\u00e9gifrance. C\u2019est la responsabilit\u00e9 du propri\u00e9taire dont le terrain n\u00e9cessite un sout\u00e8nement pour \u00e9viter les risques d\u2019effondrement.<\/p>\n<h3 id=\"toc-2\">Synonymes de sout\u00e8nement nom masculin<\/h3>\n<p>Le mur de sout\u00e8nement en b\u00e9ton arm\u00e9, \u00e9galement appel\u00e9 mur cantilever, est constitu\u00e9 d&#8217;un voile de b\u00e9ton arm\u00e9 encastr\u00e9 dans une semelle \u00e9galement en b\u00e9ton arm\u00e9, formant g\u00e9n\u00e9ralement une structure en forme de T renvers\u00e9 ou de L. L&#8217;avant de la semelle, c\u00f4t\u00e9 aval, est appel\u00e9 patin et l&#8217;arri\u00e8re, c\u00f4t\u00e9 terre, est appel\u00e9 talon. Des variantes peuvent inclure des contreforts c\u00f4t\u00e9 aval ou amont, l&#8217;usage de pieux ou des tirants d&#8217;ancrage1. La structure peut soit \u00eatre coul\u00e9e en place, soit \u00eatre pr\u00e9fabriqu\u00e9e, soit comprendre des \u00e9l\u00e9ments pr\u00e9fabriqu\u00e9s et coul\u00e9s en place1.<\/p>\n<h2 id=\"toc-3\">La paroi clou\u00e9e<\/h2>\n<p>Les \u00e9l\u00e9ments de renforcement m\u00e9talliques sont dispos\u00e9s r\u00e9guli\u00e8rement et reli\u00e9s \u00e0 un parement, faisant le lien entre les armatures et assurant l&#8217;esth\u00e9tique du mur2. On distingue les murs de sout\u00e8nement (poids, b\u00e9ton arm\u00e9, gabions) et les techniques sans mur (parois berlinoises, palplanches, ancrages). En ouvrage d&#8217;art, le mur de sout\u00e8nement en b\u00e9ton arm\u00e9 sur semelle est l&#8217;une des techniques les plus employ\u00e9es2. Il s&#8217;agit \u00e9galement d&#8217;une technique usit\u00e9e pour les abords de b\u00e2timents (protection de chemin d&#8217;acc\u00e8s au sous-sol enterr\u00e9 par exemple).<\/p>\n<p>Nous ma\u00eetrisons des techniques complexes de sout\u00e8nement, comme les micropieux, les pieux for\u00e9s et les parois berlinoises, permettant de stabiliser les ouvrages et de s\u00e9curiser les fondations. Le voile ou la poutre ancr\u00e9 sont constitu\u00e9s d\u2019un voile en b\u00e9ton arm\u00e9, pr\u00e9sentant un fruit parfois assez important, coul\u00e9 au fur et \u00e0 mesure de l&#8217;excavation. Sa stabilit\u00e9 <a href=\"https:\/\/betistacasinos.com\/fr\/\">plateforme betista casino<\/a> est assur\u00e9e par un ancrage par au moins deux lits de tirants d\u2019ancrage pr\u00e9contraints.<\/p>\n<p>L\u2019accumulation d\u2019eau exerce une pression qui peut d\u00e9stabiliser le mur. D\u00e9couvrez tout ce qu\u2019il faut savoir sur les micropieux et leur utilisation. Il existe \u00e9galement  des techniques mixant les diff\u00e9rents proc\u00e9d\u00e9s1.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Les parois composites\u00a0: la berlinoise et la parisienne Mur de sout\u00e8nement Elle est souvent choisie lorsque l&#8217;environnement est contraint<\/p>\n<p><a href=\"https:\/\/nsr.livenetstudios.co.za\/index.php\/2023\/03\/11\/how-long-do-you-have-to-refer-a-matter-to-the-ccma-bha\/\" class=\"more-link\">Continue reading<span class=\"screen-reader-text\">How Long Do You Have to Refer a Matter to the CCMA? BHA<\/span><\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-16348","post","type-post","status-publish","format-standard","hentry","category-uncategorized"],"_links":{"self":[{"href":"https:\/\/nsr.livenetstudios.co.za\/index.php\/wp-json\/wp\/v2\/posts\/16348","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/nsr.livenetstudios.co.za\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/nsr.livenetstudios.co.za\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/nsr.livenetstudios.co.za\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/nsr.livenetstudios.co.za\/index.php\/wp-json\/wp\/v2\/comments?post=16348"}],"version-history":[{"count":1,"href":"https:\/\/nsr.livenetstudios.co.za\/index.php\/wp-json\/wp\/v2\/posts\/16348\/revisions"}],"predecessor-version":[{"id":16349,"href":"https:\/\/nsr.livenetstudios.co.za\/index.php\/wp-json\/wp\/v2\/posts\/16348\/revisions\/16349"}],"wp:attachment":[{"href":"https:\/\/nsr.livenetstudios.co.za\/index.php\/wp-json\/wp\/v2\/media?parent=16348"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/nsr.livenetstudios.co.za\/index.php\/wp-json\/wp\/v2\/categories?post=16348"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/nsr.livenetstudios.co.za\/index.php\/wp-json\/wp\/v2\/tags?post=16348"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}